{
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   "codemirror_mode": {
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 "cells": [
  {
   "cell_type": "code",
   "source": [
    "!wget https://setup.johnsnowlabs.com/nlu/kaggle.sh -O - | bash\n",
    "import nlu"
   ],
   "metadata": {
    "_uuid": "8f2839f25d086af736a60e9eeb907d3b93b6e0e5",
    "_cell_guid": "b1076dfc-b9ad-4769-8c92-a6c4dae69d19",
    "trusted": true
   },
   "execution_count": 1,
   "outputs": [
    {
     "name": "stdout",
     "text": "--2021-05-04 06:16:29--  https://raw.githubusercontent.com/JohnSnowLabs/nlu/3.0.1rc1/scripts/kaggle_setup.sh\nResolving raw.githubusercontent.com (raw.githubusercontent.com)... 185.199.110.133, 185.199.108.133, 185.199.109.133, ...\nConnecting to raw.githubusercontent.com (raw.githubusercontent.com)|185.199.110.133|:443... connected.\nHTTP request sent, awaiting response... 200 OK\nLength: 1567 (1.5K) [text/plain]\nSaving to: ‘STDOUT’\n\nsetup Kaggle for PySpark 3.0.2 and Spark NLP 3.0.2   0  --.-KB/s               \n-                   100%[===================>]   1.53K  --.-KB/s    in 0s      \n\n2021-05-04 06:16:30 (33.5 MB/s) - written to stdout [1567/1567]\n\nE: Failed to fetch http://security.ubuntu.com/ubuntu/pool/universe/o/openjdk-8/openjdk-8-jre-headless_8u265-b01-0ubuntu2~18.04_amd64.deb  404  Not Found [IP: 91.189.88.142 80]\nE: Failed to fetch http://security.ubuntu.com/ubuntu/pool/universe/o/openjdk-8/openjdk-8-jdk-headless_8u265-b01-0ubuntu2~18.04_amd64.deb  404  Not Found [IP: 91.189.88.142 80]\nE: Unable to fetch some archives, maybe run apt-get update or try with --fix-missing?\n  % Total    % Received % Xferd  Average Speed   Time    Time     Time  Current\n                                 Dload  Upload   Total   Spent    Left  Speed\n100  210M  100  210M    0     0  75.4M      0  0:00:02  0:00:02 --:--:-- 75.4M\n\u001B[33mWARNING: You are using pip version 20.2.1; however, version 21.1.1 is available.\nYou should consider upgrading via the '/opt/conda/bin/python3.7 -m pip install --upgrade pip' command.\u001B[0m\n\u001B[33mWARNING: You are using pip version 20.2.1; however, version 21.1.1 is available.\nYou should consider upgrading via the '/opt/conda/bin/python3.7 -m pip install --upgrade pip' command.\u001B[0m\n",
     "output_type": "stream"
    }
   ]
  },
  {
   "cell_type": "code",
   "source": [
    "import os\n",
    "import numpy as np # linear algebra\n",
    "import pandas as pd # data processing, CSV file I/O (e.g. pd.read_csv)\n",
    "df = pd.read_csv(\"/kaggle/input/covid19-tweets/covid19_tweets.csv\")\n"
   ],
   "metadata": {
    "trusted": true
   },
   "execution_count": 2,
   "outputs": []
  },
  {
   "cell_type": "code",
   "source": [
    "df"
   ],
   "metadata": {
    "trusted": true
   },
   "execution_count": 3,
   "outputs": [
    {
     "execution_count": 3,
     "output_type": "execute_result",
     "data": {
      "text/plain": "                     user_name               user_location  \\\n0                       ᏉᎥ☻լꂅϮ                  astroworld   \n1                Tom Basile 🇺🇸                New York, NY   \n2              Time4fisticuffs            Pewee Valley, KY   \n3                  ethel mertz        Stuck in the Middle    \n4                     DIPR-J&K           Jammu and Kashmir   \n...                        ...                         ...   \n179103  AJIMATI AbdulRahman O.             Ilorin, Nigeria   \n179104                   Jason                     Ontario   \n179105             BEEHEMOTH ⏳                   🇨🇦 Canada   \n179106           Gary DelPonte               New York City   \n179107                 TUKY II  Aliwal North, South Africa   \n\n                                         user_description  \\\n0       wednesday addams as a disney princess keepin i...   \n1       Husband, Father, Columnist & Commentator. Auth...   \n2       #Christian #Catholic #Conservative #Reagan #Re...   \n3       #Browns #Indians #ClevelandProud #[]_[] #Cavs ...   \n4       🖊️Official Twitter handle of Department of Inf...   \n...                                                   ...   \n179103    Animal Scientist|| Muslim|| Real Madrid/Chelsea   \n179104  When your cat has more baking soda than Ninja ...   \n179105  ⚒️ The Architects of Free Trade ⚒️ Really Did ...   \n179106  Global UX UI Visual Designer. StoryTeller, Mus...   \n179107  TOKELO SEKHOPA | TUKY II | LAST BORN | EISH TU...   \n\n               user_created  user_followers  user_friends  user_favourites  \\\n0       2017-05-26 05:46:42             624           950            18775   \n1       2009-04-16 20:06:23            2253          1677               24   \n2       2009-02-28 18:57:41            9275          9525             7254   \n3       2019-03-07 01:45:06             197           987             1488   \n4       2017-02-12 06:45:15          101009           168              101   \n...                     ...             ...           ...              ...   \n179103  2013-12-30 18:59:19             412          1609             1062   \n179104  2011-12-21 04:41:30             150           182             7295   \n179105  2016-07-13 17:21:59            1623          2160            98000   \n179106  2009-10-27 17:43:13            1338          1111                0   \n179107  2018-04-14 17:30:07              97          1697              566   \n\n        user_verified                 date  \\\n0               False  2020-07-25 12:27:21   \n1                True  2020-07-25 12:27:17   \n2               False  2020-07-25 12:27:14   \n3               False  2020-07-25 12:27:10   \n4               False  2020-07-25 12:27:08   \n...               ...                  ...   \n179103          False  2020-08-29 19:44:21   \n179104          False  2020-08-29 19:44:16   \n179105          False  2020-08-29 19:44:15   \n179106          False  2020-08-29 19:44:14   \n179107          False  2020-08-29 19:44:08   \n\n                                                     text  \\\n0       If I smelled the scent of hand sanitizers toda...   \n1       Hey @Yankees @YankeesPR and @MLB - wouldn't it...   \n2       @diane3443 @wdunlap @realDonaldTrump Trump nev...   \n3       @brookbanktv The one gift #COVID19 has give me...   \n4       25 July : Media Bulletin on Novel #CoronaVirus...   \n...                                                   ...   \n179103  Thanks @IamOhmai for nominating me for the @WH...   \n179104  2020! The year of insanity! Lol! #COVID19 http...   \n179105  @CTVNews A powerful painting by Juan Lucena. I...   \n179106  More than 1,200 students test positive for #CO...   \n179107  I stop when I see a Stop\\n\\n@SABCNews\\n@Izinda...   \n\n                                 hashtags               source  is_retweet  \n0                                     NaN   Twitter for iPhone       False  \n1                                     NaN  Twitter for Android       False  \n2                             ['COVID19']  Twitter for Android       False  \n3                             ['COVID19']   Twitter for iPhone       False  \n4       ['CoronaVirusUpdates', 'COVID19']  Twitter for Android       False  \n...                                   ...                  ...         ...  \n179103                      ['WearAMask']  Twitter for Android       False  \n179104                        ['COVID19']  Twitter for Android       False  \n179105                                NaN      Twitter Web App       False  \n179106                        ['COVID19']   Twitter for iPhone       False  \n179107                                NaN  Twitter for Android       False  \n\n[179108 rows x 13 columns]",
      "text/html": "<div>\n<style scoped>\n    .dataframe tbody tr th:only-of-type {\n        vertical-align: middle;\n    }\n\n    .dataframe tbody tr th {\n        vertical-align: top;\n    }\n\n    .dataframe thead th {\n        text-align: right;\n    }\n</style>\n<table border=\"1\" class=\"dataframe\">\n  <thead>\n    <tr style=\"text-align: right;\">\n      <th></th>\n      <th>user_name</th>\n      <th>user_location</th>\n      <th>user_description</th>\n      <th>user_created</th>\n      <th>user_followers</th>\n      <th>user_friends</th>\n      <th>user_favourites</th>\n      <th>user_verified</th>\n      <th>date</th>\n      <th>text</th>\n      <th>hashtags</th>\n      <th>source</th>\n      <th>is_retweet</th>\n    </tr>\n  </thead>\n  <tbody>\n    <tr>\n      <th>0</th>\n      <td>ᏉᎥ☻լꂅϮ</td>\n      <td>astroworld</td>\n      <td>wednesday addams as a disney princess keepin i...</td>\n      <td>2017-05-26 05:46:42</td>\n      <td>624</td>\n      <td>950</td>\n      <td>18775</td>\n      <td>False</td>\n      <td>2020-07-25 12:27:21</td>\n      <td>If I smelled the scent of hand sanitizers toda...</td>\n      <td>NaN</td>\n      <td>Twitter for iPhone</td>\n      <td>False</td>\n    </tr>\n    <tr>\n      <th>1</th>\n      <td>Tom Basile 🇺🇸</td>\n      <td>New York, NY</td>\n      <td>Husband, Father, Columnist &amp; Commentator. Auth...</td>\n      <td>2009-04-16 20:06:23</td>\n      <td>2253</td>\n      <td>1677</td>\n      <td>24</td>\n      <td>True</td>\n      <td>2020-07-25 12:27:17</td>\n      <td>Hey @Yankees @YankeesPR and @MLB - wouldn't it...</td>\n      <td>NaN</td>\n      <td>Twitter for Android</td>\n      <td>False</td>\n    </tr>\n    <tr>\n      <th>2</th>\n      <td>Time4fisticuffs</td>\n      <td>Pewee Valley, KY</td>\n      <td>#Christian #Catholic #Conservative #Reagan #Re...</td>\n      <td>2009-02-28 18:57:41</td>\n      <td>9275</td>\n      <td>9525</td>\n      <td>7254</td>\n      <td>False</td>\n      <td>2020-07-25 12:27:14</td>\n      <td>@diane3443 @wdunlap @realDonaldTrump Trump nev...</td>\n      <td>['COVID19']</td>\n      <td>Twitter for Android</td>\n      <td>False</td>\n    </tr>\n    <tr>\n      <th>3</th>\n      <td>ethel mertz</td>\n      <td>Stuck in the Middle</td>\n      <td>#Browns #Indians #ClevelandProud #[]_[] #Cavs ...</td>\n      <td>2019-03-07 01:45:06</td>\n      <td>197</td>\n      <td>987</td>\n      <td>1488</td>\n      <td>False</td>\n      <td>2020-07-25 12:27:10</td>\n      <td>@brookbanktv The one gift #COVID19 has give me...</td>\n      <td>['COVID19']</td>\n      <td>Twitter for iPhone</td>\n      <td>False</td>\n    </tr>\n    <tr>\n      <th>4</th>\n      <td>DIPR-J&amp;K</td>\n      <td>Jammu and Kashmir</td>\n      <td>🖊️Official Twitter handle of Department of Inf...</td>\n      <td>2017-02-12 06:45:15</td>\n      <td>101009</td>\n      <td>168</td>\n      <td>101</td>\n      <td>False</td>\n      <td>2020-07-25 12:27:08</td>\n      <td>25 July : Media Bulletin on Novel #CoronaVirus...</td>\n      <td>['CoronaVirusUpdates', 'COVID19']</td>\n      <td>Twitter for Android</td>\n      <td>False</td>\n    </tr>\n    <tr>\n      <th>...</th>\n      <td>...</td>\n      <td>...</td>\n      <td>...</td>\n      <td>...</td>\n      <td>...</td>\n      <td>...</td>\n      <td>...</td>\n      <td>...</td>\n      <td>...</td>\n      <td>...</td>\n      <td>...</td>\n      <td>...</td>\n      <td>...</td>\n    </tr>\n    <tr>\n      <th>179103</th>\n      <td>AJIMATI AbdulRahman O.</td>\n      <td>Ilorin, Nigeria</td>\n      <td>Animal Scientist|| Muslim|| Real Madrid/Chelsea</td>\n      <td>2013-12-30 18:59:19</td>\n      <td>412</td>\n      <td>1609</td>\n      <td>1062</td>\n      <td>False</td>\n      <td>2020-08-29 19:44:21</td>\n      <td>Thanks @IamOhmai for nominating me for the @WH...</td>\n      <td>['WearAMask']</td>\n      <td>Twitter for Android</td>\n      <td>False</td>\n    </tr>\n    <tr>\n      <th>179104</th>\n      <td>Jason</td>\n      <td>Ontario</td>\n      <td>When your cat has more baking soda than Ninja ...</td>\n      <td>2011-12-21 04:41:30</td>\n      <td>150</td>\n      <td>182</td>\n      <td>7295</td>\n      <td>False</td>\n      <td>2020-08-29 19:44:16</td>\n      <td>2020! The year of insanity! Lol! #COVID19 http...</td>\n      <td>['COVID19']</td>\n      <td>Twitter for Android</td>\n      <td>False</td>\n    </tr>\n    <tr>\n      <th>179105</th>\n      <td>BEEHEMOTH ⏳</td>\n      <td>🇨🇦 Canada</td>\n      <td>⚒️ The Architects of Free Trade ⚒️ Really Did ...</td>\n      <td>2016-07-13 17:21:59</td>\n      <td>1623</td>\n      <td>2160</td>\n      <td>98000</td>\n      <td>False</td>\n      <td>2020-08-29 19:44:15</td>\n      <td>@CTVNews A powerful painting by Juan Lucena. I...</td>\n      <td>NaN</td>\n      <td>Twitter Web App</td>\n      <td>False</td>\n    </tr>\n    <tr>\n      <th>179106</th>\n      <td>Gary DelPonte</td>\n      <td>New York City</td>\n      <td>Global UX UI Visual Designer. StoryTeller, Mus...</td>\n      <td>2009-10-27 17:43:13</td>\n      <td>1338</td>\n      <td>1111</td>\n      <td>0</td>\n      <td>False</td>\n      <td>2020-08-29 19:44:14</td>\n      <td>More than 1,200 students test positive for #CO...</td>\n      <td>['COVID19']</td>\n      <td>Twitter for iPhone</td>\n      <td>False</td>\n    </tr>\n    <tr>\n      <th>179107</th>\n      <td>TUKY II</td>\n      <td>Aliwal North, South Africa</td>\n      <td>TOKELO SEKHOPA | TUKY II | LAST BORN | EISH TU...</td>\n      <td>2018-04-14 17:30:07</td>\n      <td>97</td>\n      <td>1697</td>\n      <td>566</td>\n      <td>False</td>\n      <td>2020-08-29 19:44:08</td>\n      <td>I stop when I see a Stop\\n\\n@SABCNews\\n@Izinda...</td>\n      <td>NaN</td>\n      <td>Twitter for Android</td>\n      <td>False</td>\n    </tr>\n  </tbody>\n</table>\n<p>179108 rows × 13 columns</p>\n</div>"
     },
     "metadata": {}
    }
   ]
  },
  {
   "cell_type": "code",
   "source": [
    "import nlu\n",
    "sentiment_predictions = nlp.load('sentiment').predict(df,output_level='document')\n",
    "sentiment_predictions['sentiment'].value_counts().plot.bar(title='Count of predicted sentiment labels')"
   ],
   "metadata": {
    "trusted": true
   },
   "execution_count": 4,
   "outputs": [
    {
     "name": "stdout",
     "text": "analyze_sentiment download started this may take some time.\nApprox size to download 4.9 MB\n[OK!]\n",
     "output_type": "stream"
    },
    {
     "execution_count": 4,
     "output_type": "execute_result",
     "data": {
      "text/plain": "<matplotlib.axes._subplots.AxesSubplot at 0x7f51b5b79310>"
     },
     "metadata": {}
    },
    {
     "output_type": "display_data",
     "data": {
      "text/plain": "<Figure size 432x288 with 1 Axes>",
      "image/png": "iVBORw0KGgoAAAANSUhEUgAAAYoAAAEqCAYAAAALYhf+AAAABHNCSVQICAgIfAhkiAAAAAlwSFlzAAALEgAACxIB0t1+/AAAADh0RVh0U29mdHdhcmUAbWF0cGxvdGxpYiB2ZXJzaW9uMy4yLjEsIGh0dHA6Ly9tYXRwbG90bGliLm9yZy+j8jraAAAdAElEQVR4nO3dfbylZV3v8c+XGeSxQR6GBwdkUEYR0EImwOrV8UQJagWdQMcyUOnQQdIys+AcO5qCQsckqSBJjAdNmMiCMioafEjjoUEtBCRGQWZghEGeRhNi4Hf+uK+Na7Z737MfYNYs5vN+vdZrr3Xd13Xfv7XW3uu7rvu+19qpKiRJmswWwy5AkrRpMygkSb0MCklSL4NCktTLoJAk9TIoJEm9DAoNVZKfS7IyybeTHDSE7VeSfdv1P0nyOxthm29I8vmneztTqOPbSZ437DrGS/LyJKum2HfGj+Wm8jyMAoPiGSLJLyRZ3v74Vye5MsmPbYTtPvlCO0MfAH61qravqi89VXXNRFX9r6p674b6JflMkl/eGDU9VSaquT3mXx9CLXck+cmNvV3NnEHxDJDkN4A/AN4H7AY8FzgHOGqYdU3R3sBNT8WKksx9KtYjaZyq8jLCF2AH4NvAsT19tqILkrvb5Q+ArdqyNwCfH9e/gH3b9QuAPwY+BawFrgOe35Z9rvX9TqvhtRNsewvgncA3gHuBi1rNW7UxY+O/NkntBbwV+DpwH/D/gC0Gav8CcBZwP3BaW+8HgDuBe4A/AbYZWN87gNXtcXjTBPf1tIG+RwFfBh4GvgYcCZwOPA480ur/o9Z3P+CqVsetwGsG1rMzcEVbz/XAe8c/5gN9twY+BnwLeBD4V2C3gef6/Fb/Xe3+zhl8Htt9fwC4HXhlWzZZzePv+znAla3PF4Dd6X5XHgC+Chw0UOdzgL8E1rRtvXVg2buBpe25Xkv3RmBxW3Yx8ATw3bad35rgMXg5sGrg9int8V8L3Az83MCysd+BPwQeanUePu7vo/cxa9dD93t0b1vPvwMHDvvve1O5DL0AL7N8ArsXr3XA3J4+7wGuBXYF5gP/Ary3LXvyj2Wg//gXkPuBQ4C5wMeBSybqO8m23wSsAJ4HbA98Erh4GuML+DSwE91M6T+AXx6ofR3wllbbNu2F7YrW/weAvwHeP/BY3QMcCGwH/PkE9/W0dv2Q9oLxU3RhtwDYry37zFgN7fZ2wErgja2Ol9KF2gFt+SV0L5zbtW3fNf4xH1jXr7SatwXmAAcD89qyvwY+3NazK13o/MrAY/EY8D/buJPowjAT1TzJ83xf297WwNV0AXBcW99pwKdb3y2AG4D/CzyrPbdfB45oy99NF0qvamPfD1w7sN07gJ/sec5fzvpBcSxdMG0BvJbujcUe434H3gZs2ZY/BOw0xcdsLCiOaPfp2XSh8aKxbXgxKEb+Avwi8M0N9Pka8KqB20cAd7TrT/6xDCwf/wLykYFlrwK+OlHfSba9DHjzwO0Xthe0uVMcX8CRA7ffDCwbqP3OgWVpLyLPH2h7GXB7u/5R4IyBZS+Y4L6OBcWHgbMmqekzrB8UrwX+eVyfDwPvai+Uj9FCpi173/jHfGDZm+iC/CXj2ncDHmX92dHr+N6L9xuAFQPLtm33bfeJap7kef7TgWVvAW4ZuP1i4MF2/dDBx721nQr8Wbv+buCfBpbtD3x34PYdTCMoJlj+ZeCogfv9ZCC2tuuBX5riYzYWFD9B9ybkMNqM1cv3Lu7THX3fAnZJMreq1k3S5zl0u37GfKO1TdU3B67/J93MYKom2vZcuj/iu6a4jpXjxj9nkmXz6V4gb0gy1ha6F+uxWm4Yt67J7AX83RTr2xs4NMmDA21z6XazzG/Xx9+HyVzctn1JkmfT7Yb6P20bWwKrB+7bFuPW++TzVFX/2fpN57m6Z+D6dye4PbauvYHnjLu/c4B/nqgWut+ZrTfwOzqpJMcBvwEsbE3bA7sMdLmr2qt9M/Y7MpXHDICqujrJH9HtZn1ukr8CfrOqHp5uvc9EHswefdfQTfOP7ulzN90fzZjntjbo3oFvO7Ygye5PcX0TbXsd678Ibche48bfPXB78AXiProXtAOq6tntskNVjb3ArZ5gXZNZCTx/kmU17vZK4LMD23x2dWcUnUS3D3/dVLdbVY9V1e9W1f7AjwA/Tbf7ZyXdu+NdBrYxr6oO6LkPfTXPxkq6Wdrg/f2BqnrVU11Lkr2BPwV+Fdi5qp4NfIXuDcCYBRlIAr73OzKtx6yqzq6qg4ED6Gab75hqnc90BsWIq6qH6PYV/3GSo5Nsm2TLJK9M8nut2yeAdyaZn2SX1v9jbdm/AQck+aEkW9PtNpiOe+j2UU/mE8DbkuyTZHu63S6XTvOd5TuS7JhkL+DXgEsn6lRVT9C9qJyVZFeAJAuSHNG6LAXekGT/JNvS7RqazPnAG5McnmSLtp792rLx9/lvgRck+aX22G+Z5IeTvKiqHqc7LvPu9tzsDxw/2UaT/PckL04yh+7g92PA41W1GvhH4PeTzGs1PT/Jf+u5D4M29DxNx/XAw0l+O8k2SeYkOTDJDz8NtWxHFyxrAJK8ke44z6Bdgbe2x/1YuuMLfzedx6w9X4cm2ZLuzdMjdCcACIPiGaGqPkg3NX8n3R/USrp3YH/dupwGLKc7k+NG4Iutjar6D7qD3f8E3EZ35sx0vBu4MMmDSV4zwfKP0u1O+RzdwdFH6PZ/T8fldLuMvkx39tX5PX1/m+7g+bVJHqa7Xy8EqKor6Q52X936XD3ZSqrqerqD02fRHRz9LN+bGX0IOCbJA0nOrqq1wCuAJXTvZL8JnEl3BhZ0z8X2rf0C4M966t8duIwuJG5p2x0L9ePoDh7fTHcm0mXAHj3rGrRezVMcM6EWfj8D/BDdc3of8BG6M4ym4v10b1weTPKbG9jWzcDv082c76E7VvKFcd2uAxa1Ok4Hjqmqb7VlU33M5tG9yXiAbtfVt+jOIBPfOyNC2iQlKWBRVa0Ydi3S5soZhSSpl0EhSerlridJUi9nFJKkXgaFJKnXM+6T2bvsskstXLhw2GVI0ki54YYb7quq+RMte8YFxcKFC1m+fPmwy5CkkZJk0q+WcdeTJKmXQSFJ6mVQSJJ6GRSSpF4GhSSpl0EhSeplUEiSehkUkqRez7gP3G1sC0/51LBLeFrdccarh12CpCFzRiFJ6mVQSJJ6GRSSpF4bDIokH01yb5KvDLTtlOSqJLe1nzsOLDs1yYoktyY5YqD94CQ3tmVnJ0lr3yrJpa39uiQLB8Yc37ZxW5Ljn6o7LUmauqnMKC4AjhzXdgqwrKoWAcvabZLsDywBDmhjzkkyp405FzgRWNQuY+s8AXigqvYFzgLObOvaCXgXcChwCPCuwUCSJG0cGwyKqvoccP+45qOAC9v1C4GjB9ovqapHq+p2YAVwSJI9gHlVdU11/3v1onFjxtZ1GXB4m20cAVxVVfdX1QPAVXx/YEmSnmYzPUaxW1WtBmg/d23tC4CVA/1WtbYF7fr49vXGVNU64CFg5551SZI2oqf6YHYmaKue9pmOWX+jyYlJlidZvmbNmikVKkmampkGxT1tdxLt572tfRWw10C/PYG7W/ueE7SvNybJXGAHul1dk63r+1TVeVW1uKoWz58/4X/ykyTN0EyD4gpg7Cyk44HLB9qXtDOZ9qE7aH192z21Nslh7fjDcePGjK3rGODqdhzjH4BXJNmxHcR+RWuTJG1EG/wKjySfAF4O7JJkFd2ZSGcAS5OcANwJHAtQVTclWQrcDKwDTq6qx9uqTqI7g2ob4Mp2ATgfuDjJCrqZxJK2rvuTvBf419bvPVU1/qC6JOlptsGgqKrXTbLo8En6nw6cPkH7cuDACdofoQXNBMs+Cnx0QzVKkp4+fjJbktTLoJAk9TIoJEm9DApJUi+DQpLUy6CQJPUyKCRJvQwKSVIvg0KS1MugkCT1MigkSb0MCklSL4NCktTLoJAk9TIoJEm9DApJUi+DQpLUy6CQJPUyKCRJvQwKSVIvg0KS1MugkCT1MigkSb0MCklSL4NCktTLoJAk9TIoJEm9DApJUi+DQpLUy6CQJPUyKCRJvWYVFEneluSmJF9J8okkWyfZKclVSW5rP3cc6H9qkhVJbk1yxED7wUlubMvOTpLWvlWSS1v7dUkWzqZeSdL0zTgokiwA3gosrqoDgTnAEuAUYFlVLQKWtdsk2b8tPwA4EjgnyZy2unOBE4FF7XJkaz8BeKCq9gXOAs6cab2SpJmZ7a6nucA2SeYC2wJ3A0cBF7blFwJHt+tHAZdU1aNVdTuwAjgkyR7AvKq6pqoKuGjcmLF1XQYcPjbbkCRtHDMOiqq6C/gAcCewGnioqv4R2K2qVrc+q4Fd25AFwMqBVaxqbQva9fHt642pqnXAQ8DOM61ZkjR9s9n1tCPdO/59gOcA2yV5fd+QCdqqp71vzPhaTkyyPMnyNWvW9BcuSZqW2ex6+kng9qpaU1WPAZ8EfgS4p+1Oov28t/VfBew1MH5Pul1Vq9r18e3rjWm7t3YA7h9fSFWdV1WLq2rx/PnzZ3GXJEnjzSYo7gQOS7JtO25wOHALcAVwfOtzPHB5u34FsKSdybQP3UHr69vuqbVJDmvrOW7cmLF1HQNc3Y5jSJI2krkzHVhV1yW5DPgisA74EnAesD2wNMkJdGFybOt/U5KlwM2t/8lV9Xhb3UnABcA2wJXtAnA+cHGSFXQziSUzrVeSNDMzDgqAqnoX8K5xzY/SzS4m6n86cPoE7cuBAydof4QWNJKk4fCT2ZKkXgaFJKmXQSFJ6mVQSJJ6GRSSpF4GhSSpl0EhSeplUEiSehkUkqRes/pktjTqFp7yqWGX8LS644xXD7sEPQM4o5Ak9TIoJEm9DApJUi+DQpLUy6CQJPUyKCRJvQwKSVIvg0KS1MugkCT1MigkSb0MCklSL4NCktTLoJAk9TIoJEm9DApJUi+DQpLUy6CQJPUyKCRJvQwKSVIvg0KS1MugkCT1mlVQJHl2ksuSfDXJLUlelmSnJFclua393HGg/6lJViS5NckRA+0HJ7mxLTs7SVr7Vkkube3XJVk4m3olSdM32xnFh4C/r6r9gB8EbgFOAZZV1SJgWbtNkv2BJcABwJHAOUnmtPWcC5wILGqXI1v7CcADVbUvcBZw5izrlSRN04yDIsk84MeB8wGq6r+q6kHgKODC1u1C4Oh2/Sjgkqp6tKpuB1YAhyTZA5hXVddUVQEXjRsztq7LgMPHZhuSpI1jNjOK5wFrgD9L8qUkH0myHbBbVa0GaD93bf0XACsHxq9qbQva9fHt642pqnXAQ8DO4wtJcmKS5UmWr1mzZhZ3SZI03myCYi7wUuDcqjoI+A5tN9MkJpoJVE9735j1G6rOq6rFVbV4/vz5/VVLkqZlNkGxClhVVde125fRBcc9bXcS7ee9A/33Ghi/J3B3a99zgvb1xiSZC+wA3D+LmiVJ0zTjoKiqbwIrk7ywNR0O3AxcARzf2o4HLm/XrwCWtDOZ9qE7aH192z21Nslh7fjDcePGjK3rGODqdhxDkrSRzJ3l+LcAH0/yLODrwBvpwmdpkhOAO4FjAarqpiRL6cJkHXByVT3e1nMScAGwDXBlu0B3oPziJCvoZhJLZlmvJGmaZhUUVfVlYPEEiw6fpP/pwOkTtC8HDpyg/RFa0EiShsNPZkuSehkUkqReBoUkqZdBIUnqZVBIknoZFJKkXgaFJKmXQSFJ6mVQSJJ6GRSSpF4GhSSpl0EhSeplUEiSehkUkqReBoUkqZdBIUnqZVBIknoZFJKkXgaFJKmXQSFJ6mVQSJJ6GRSSpF4GhSSpl0EhSeplUEiSehkUkqReBoUkqZdBIUnqZVBIknoZFJKkXgaFJKnXrIMiyZwkX0ryt+32TkmuSnJb+7njQN9Tk6xIcmuSIwbaD05yY1t2dpK09q2SXNrar0uycLb1SpKm56mYUfwacMvA7VOAZVW1CFjWbpNkf2AJcABwJHBOkjltzLnAicCidjmytZ8APFBV+wJnAWc+BfVKkqZhVkGRZE/g1cBHBpqPAi5s1y8Ejh5ov6SqHq2q24EVwCFJ9gDmVdU1VVXARePGjK3rMuDwsdmGJGnjmO2M4g+A3wKeGGjbrapWA7Sfu7b2BcDKgX6rWtuCdn18+3pjqmod8BCw8/gikpyYZHmS5WvWrJnlXZIkDZpxUCT5aeDeqrphqkMmaKue9r4x6zdUnVdVi6tq8fz586dYjiRpKubOYuyPAj+b5FXA1sC8JB8D7kmyR1WtbruV7m39VwF7DYzfE7i7te85QfvgmFVJ5gI7APfPomZJ0jTNeEZRVadW1Z5VtZDuIPXVVfV64Arg+NbteODydv0KYEk7k2kfuoPW17fdU2uTHNaOPxw3bszYuo5p2/i+GYUk6ekzmxnFZM4AliY5AbgTOBagqm5KshS4GVgHnFxVj7cxJwEXANsAV7YLwPnAxUlW0M0kljwN9UqSejwlQVFVnwE+065/Czh8kn6nA6dP0L4cOHCC9kdoQSNJGg4/mS1J6mVQSJJ6GRSSpF4GhSSpl0EhSeplUEiSehkUkqReBoUkqZdBIUnqZVBIknoZFJKkXgaFJKmXQSFJ6mVQSJJ6GRSSpF4GhSSpl0EhSeplUEiSehkUkqReBoUkqZdBIUnqZVBIknoZFJKkXgaFJKmXQSFJ6mVQSJJ6GRSSpF4GhSSpl0EhSeplUEiSehkUkqReMw6KJHsl+XSSW5LclOTXWvtOSa5Kclv7uePAmFOTrEhya5IjBtoPTnJjW3Z2krT2rZJc2tqvS7Jw5ndVkjQTs5lRrAPeXlUvAg4DTk6yP3AKsKyqFgHL2m3asiXAAcCRwDlJ5rR1nQucCCxqlyNb+wnAA1W1L3AWcOYs6pUkzcCMg6KqVlfVF9v1tcAtwALgKODC1u1C4Oh2/Sjgkqp6tKpuB1YAhyTZA5hXVddUVQEXjRsztq7LgMPHZhuSpI3jKTlG0XYJHQRcB+xWVauhCxNg19ZtAbByYNiq1ragXR/fvt6YqloHPATsPMH2T0yyPMnyNWvWPBV3SZLUzDookmwP/CXw61X1cF/XCdqqp71vzPoNVedV1eKqWjx//vwNlSxJmoZZBUWSLelC4uNV9cnWfE/bnUT7eW9rXwXsNTB8T+Du1r7nBO3rjUkyF9gBuH82NUuSpmc2Zz0FOB+4pao+OLDoCuD4dv144PKB9iXtTKZ96A5aX992T61Nclhb53Hjxoyt6xjg6nYcQ5K0kcydxdgfBX4JuDHJl1vb/wbOAJYmOQG4EzgWoKpuSrIUuJnujKmTq+rxNu4k4AJgG+DKdoEuiC5OsoJuJrFkFvVKkmZgxkFRVZ9n4mMIAIdPMuZ04PQJ2pcDB07Q/ggtaCRJw+EnsyVJvQwKSVIvg0KS1MugkCT1MigkSb0MCklSL4NCktTLoJAk9TIoJEm9DApJUi+DQpLUy6CQJPUyKCRJvQwKSVIvg0KS1MugkCT1MigkSb0MCklSL4NCktTLoJAk9TIoJEm9DApJUi+DQpLUy6CQJPUyKCRJvQwKSVIvg0KS1MugkCT1MigkSb3mDrsASZqphad8atglPG3uOOPVwy7hSc4oJEm9RiIokhyZ5NYkK5KcMux6JGlzsskHRZI5wB8DrwT2B16XZP/hViVJm49NPiiAQ4AVVfX1qvov4BLgqCHXJEmbjVE4mL0AWDlwexVw6GCHJCcCJ7ab305y60aqbRh2Ae7bWBvLmRtrS5sNn7/R9Ux/7vaebMEoBEUmaKv1blSdB5y3ccoZriTLq2rxsOvQzPj8ja7N+bkbhV1Pq4C9Bm7vCdw9pFokabMzCkHxr8CiJPskeRawBLhiyDVJ0mZjk9/1VFXrkvwq8A/AHOCjVXXTkMsaps1iF9szmM/f6Npsn7tU1YZ7SZI2W6Ow60mSNEQGhSSpl0EhSeplUIyIJNskeeGw65C0+dnkz3oSJPkZ4APAs4B9kvwQ8J6q+tnhVqapSBLgF4HnVdV7kjwX2L2qrh9yadqAJFsDJwAHAFuPtVfVm4ZW1BA4oxgN76b7zqsHAarqy8DCIdaj6TkHeBnwunZ7Ld0XXWrTdzGwO3AE8Fm6D/yuHWpFQ2BQjIZ1VfXQsIvQjB1aVScDjwBU1QN0s0Nt+vatqt8BvlNVFwKvBl485Jo2OoNiNHwlyS8Ac5IsSvKHwL8MuyhN2WPt6/ILIMl84InhlqQpeqz9fDDJgcAObIazeYNiNLyFbh/po8CfAw8Bvz7UijQdZwN/Beya5HTg88D7hluSpui8JDsC76T76qCbgc3uO3n9ZPYISHJQVX1p2HVo5pLsBxxO923Iy6rqliGXpClIshXw83SziC1bc1XVe4ZW1BB41tNo+GCSPYC/AC7ZzL/rauQk+RBwaVV5AHv0XE43g7+Bbka/WXJGMSKS7A68BngtMI/uhee04ValqUhyPN3z9gK6XVCXVtXy4ValqUjylao6cNh1DJtBMWKSvBj4LeC1VeWZMyMkyU50uzGWAM+tqkVDLkkbkOQ84A+r6sZh1zJM7noaAUleRPeO9BjgW3T/N/ztQy1KM7EvsB/d/u6bh1uKpujHgDckuZ1u11PojlG8ZLhlbVzOKEZAkmuBTwB/UVX+d78Rk+RM4H8AXwOWAp+sqgeHW5WmIsmE/0e6qr6xsWsZJmcUI6CqDht2DZqV24GXVdV9wy5E07O5BcJknFFswpIsrarXJLmR9mGtsUVshtPfUZNkv6r6apKXTrS8qr64sWuSZsKg2IQl2aOqVjv9HU1JzquqE5N8eoLFVVU/sdGLkmbAoBgBSc6sqt/eUJs2TUm2rqpHNtQmbar8Co/R8FMTtL1yo1ehmZroe7n8ri6NDA9mb8KSnAS8GXhekn8fWPQDwBeGU5Wmqn1IcgGwTZKD6I4tQfeByW2HVpg0Te562oQl2QHYEXg/cMrAorVVdf9wqtJUtU9kvwFYDAx+EnstcEFVfXIYdUnTZVCMkCS7sv5/2bpziOVoipL8fFX95bDrkGbKoBgB7V+hfhB4DnAvsDdwS1UdMNTC1CvJ66vqY0nezvqnNwNQVR8cQlnStHkwezScBhwG/EdV7UP3ddUeo9j0bdd+bk93XGn8RRoJzihGQJLlVbU4yb8BB1XVE0mur6pDhl2bpGc+ZxSj4cEk2wOfAz7e/r/BuiHXpClK8ntJ5iXZMsmyJPclef2w65KmyqAYDUcB3wXeBvw93ZfL/cxQK9J0vKKqHgZ+GlhF938p3jHckqSp83MUI6CqvjNw88KhFaKZGvsXmq8CPlFV9yfp6y9tUgyKEZBkLd9/1sxDdOfmv72qvr7xq9I0/E2Sr9LNCt+cZD7g13doZHgwewQk+V3gbuDP6T7duwTYHbgVOKmqXj686jQVSXYEHq6qx5NsC8yrqm8Ouy5pKgyKEZDkuqo6dFzbtVV1WJJ/q6ofHFZt2rAkWwInAT/emj4L/ElVPTa8qqSp82D2aHgiyWuSbNEurxlYZtJv+s4FDgbOaZeXtjZpJDijGAFJngd8CHgZXTBcS3cG1F3AwVX1+SGWpw2YaNbnTFCjxIPZI6AdrJ7sdFhDYtP3eJLnV9XX4Mngf3zINUlTZlCMgCQvoNtVsVtVHZjkJcDPVtVpQy5NU/MO4NNJxs5OWwi8cXjlSNPjMYrR8KfAqcBjAFX173RnPmk0fAH4MPBEu3wYuGaoFUnTYFCMhm2r6vpxbX6Fx+i4CNgHeG+77ANcPNSKpGlw19NouC/J82lnOCU5Blg93JI0DS8cd+D60+0LHqWRYFCMhpOB84D9ktwF3A784nBL0jR8KclhVXUtQJJD8WviNUI8PXYEJNkKOIbuIOhOwMNAVdV7hlmXpibJLcALgbH/SPhc4Ba64xVVVS8ZVm3SVDijGA2XAw8CX6T7Kg+NliOHXYA0G84oRkCSr1TVgcOuQ9LmybOeRsO/JHnxsIuQtHlyRjECktwM7Et3EPtRum+Qdd+2pI3CoBgBSfaeqL2qvrGxa5G0+TEoJEm9PEYhSeplUEiSehkUkqReBoUkqZdBIUnq9f8BNJ1DkgyHioYAAAAASUVORK5CYII=\n"
     },
     "metadata": {
      "needs_background": "light"
     }
    }
   ]
  },
  {
   "cell_type": "code",
   "source": [
    "counts = sentiment_predictions.groupby('source')['sentiment'].value_counts()\n",
    "counts[counts>100].plot.bar(figsize=(20,8), title='Sentiment tweet counts grouped by tweet source')"
   ],
   "metadata": {
    "trusted": true
   },
   "execution_count": 5,
   "outputs": [
    {
     "execution_count": 5,
     "output_type": "execute_result",
     "data": {
      "text/plain": "<matplotlib.axes._subplots.AxesSubplot at 0x7f521c940450>"
     },
     "metadata": {}
    },
    {
     "output_type": "display_data",
     "data": {
      "text/plain": "<Figure size 1440x576 with 1 Axes>",
      "image/png": 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\n"
     },
     "metadata": {
      "needs_background": "light"
     }
    }
   ]
  },
  {
   "cell_type": "code",
   "source": [
    "counts = sentiment_predictions.groupby(['user_location'])['sentiment'].value_counts()\n",
    "counts[counts >1000 ].plot.bar(figsize=(20,6), title='Sentiment tweet counts grouped by user location')"
   ],
   "metadata": {
    "trusted": true
   },
   "execution_count": 6,
   "outputs": [
    {
     "execution_count": 6,
     "output_type": "execute_result",
     "data": {
      "text/plain": "<matplotlib.axes._subplots.AxesSubplot at 0x7f51f8c37c10>"
     },
     "metadata": {}
    },
    {
     "output_type": "display_data",
     "data": {
      "text/plain": "<Figure size 1440x432 with 1 Axes>",
      "image/png": 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\n"
     },
     "metadata": {
      "needs_background": "light"
     }
    }
   ]
  },
  {
   "cell_type": "code",
   "source": [],
   "metadata": {},
   "execution_count": null,
   "outputs": []
  },
  {
   "cell_type": "code",
   "source": [],
   "metadata": {},
   "execution_count": null,
   "outputs": []
  },
  {
   "cell_type": "code",
   "source": [],
   "metadata": {},
   "execution_count": null,
   "outputs": []
  }
 ]
}
